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Generating Staffing Models Using Linear Regression

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Generating Staffing Models Using Linear Regression

Contra Costa County Library, Calif.

Operations & Management | 2018

Innovation Synopsis

In 2017, Contra Costa County Library updated its staffing model to incorporate linear regression as a means of quantifying staffing across 26 libraries with a disparate populations, hours and facilities. The resulting model allows a quick turnaround when planning services or responding to questions from stakeholders including 18 city partners.

Challenge/Opportunity

Questions about staffing costs occur frequently, especially during budget season or when planning special projects such as new libraries or expanding hours. The ability to respond quickly and confidently to these complex questions is an essential function of the administrative team. The complexities of staffing studies can make it one of the more intensive activities a library undertakes. Furthermore, these complexities often lead stakeholders to ask for more information about how figures are derived.


Key Elements of Innovation

In 2017, the library began using linear regression to estimate staffing levels using the best data available. Reviewing 16 different data points, a modified stepwise regression was conducted across the data. The regression identified a standard equation to determine full-time equivalent staffing. The resulting regression is already being used to estimate staffing needs at new facilities and renovations. City partners are being provided with funding estimates which can be quantified.


Achieved Outcomes

Use of linear regression does not replace professional knowledge of populations, age of facilities or populations served. Rather, it allows a cross check of data to ensure staffing levels are aligned to the unique characteristics of the community served and to other county branches. Stakeholders have confidence that staffing estimates provided by the library are accurate and based on reliable data. The result is easily generated staffing models that accurately account for service needs.